The question ask to choose among the following choices the best reason why did Roosevelt formed the Bull Moos Party and based on my research, I came up with an answer of letter A. He failed to win the Republican nomination at the 1912 convention. I hope you are satisfied with my answer and feel free to ask for more
Alright my friend there's two sides to every argument therefore you need a counterclaim countering the other sides opinion/saying
Answer:
The desire to fight for power is an instinct.
Explanation:
This is the answer because as you see in the short story the guy goes out and kills a bunch of things when he does not need to. He has an instinct to kill just for power.
The correct answer is The Team Moon excerpt is more emotional and dramatic than the NASA excerpt.
Explanation:
The two excerpts presented focuses on providing information about the lunar module landing. Moreover, both excerpts provide details about the emotions related to this event, for example in "Let the cheering begin!" (first excerpt) or in "Mission control erupts in celebration" (second excerpt). However, the first excerpt (Team Moon) emphasizes the emotions and has a dramatic effect because the author of this text has used emotional language such as "panic-stricken, gut-wrenching, heart-palpitating" that show all the strong emotions experienced by those who were part of the project or "Their baby was on the moon" that show the gratification of the team.
Answer:
Explanation:
What conditions cause an understanding to be shared across time and cultures? Is a lack of consistent communication a common barrier to shared understanding? How might self-presentation affect communication? How might the competitive self-promotion of a social group affect communication? How might external models of mathematics change the way that we understand our own mathematical capabilities and the mathematical activities we have chosen? How might language and folk ideas shape mathematics communication? How might the cultural value systems of mathematical societies facilitate communication? In so doing, this volume will discuss issues in mathematics education, as well as mathematical theories and mathematical practice